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用于计算电子耦合值的片段轨道密度泛函理论(DFT)方法的批判性分析

Critical analysis of fragment-orbital DFT schemes for the calculation of electronic coupling values.

作者信息

Schober Christoph, Reuter Karsten, Oberhofer Harald

机构信息

Chair for Theoretical Chemistry, Technische Universität München, Lichtenbergstr. 4, D-85747 Garching, Germany.

出版信息

J Chem Phys. 2016 Feb 7;144(5):054103. doi: 10.1063/1.4940920.

Abstract

We present a critical analysis of the popular fragment-orbital density-functional theory (FO-DFT) scheme for the calculation of electronic coupling values. We discuss the characteristics of different possible formulations or "flavors" of the scheme which differ by the number of electrons in the calculation of the fragments and the construction of the Hamiltonian. In addition to two previously described variants based on neutral fragments, we present a third version taking a different route to the approximate diabatic state by explicitly considering charged fragments. In applying these FO-DFT flavors to the two molecular test sets HAB7 (electron transfer) and HAB11 (hole transfer), we find that our new scheme gives improved electronic couplings for HAB7 (-6.2% decrease in mean relative signed error) and greatly improved electronic couplings for HAB11 (-15.3% decrease in mean relative signed error). A systematic investigation of the influence of exact exchange on the electronic coupling values shows that the use of hybrid functionals in FO-DFT calculations improves the electronic couplings, giving values close to or even better than more sophisticated constrained DFT calculations. Comparing the accuracy and computational cost of each variant, we devise simple rules to choose the best possible flavor depending on the task. For accuracy, our new scheme with charged-fragment calculations performs best, while numerically more efficient at reasonable accuracy is the variant with neutral fragments.

摘要

我们对用于计算电子耦合值的流行片段轨道密度泛函理论(FO-DFT)方案进行了批判性分析。我们讨论了该方案不同可能形式或“变体”的特点,这些变体在片段计算中的电子数量以及哈密顿量的构建方面存在差异。除了之前描述的基于中性片段的两种变体之外,我们还提出了第三种版本,通过明确考虑带电片段,采用不同途径来近似绝热态。在将这些FO-DFT变体应用于两个分子测试集HAB7(电子转移)和HAB11(空穴转移)时,我们发现我们的新方案使HAB7的电子耦合得到改善(平均相对符号误差降低6.2%),并使HAB11的电子耦合得到极大改善(平均相对符号误差降低15.3%)。对精确交换对电子耦合值影响的系统研究表明,在FO-DFT计算中使用杂化泛函可改善电子耦合,得到的值接近甚至优于更复杂的约束DFT计算。比较每个变体的准确性和计算成本,我们制定了简单规则,以便根据任务选择最佳可能的变体。为了获得准确性,我们带有带电片段计算的新方案表现最佳,而在合理准确性下数值效率更高的是具有中性片段的变体。

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